I require a efficient solution to the following FSA problem:
I already have a "possible solution" for the first component, made using JFLAP, as attached, but I require someone to help fully answer the question or provide a better solution:
" Design and present a finite state machine to recognise all strings of digits 0, ..., 9 that have the following property. The consecutive pairs of digits alternate between a strict increase and a strict decrease. For example, 5729891 is accepted but 487231 is not accepted. Also present a finite state machine to accept exactly the strings that are not ac- cepted by the first machine. Give justifications that your machines accept these and only these strings. "
I had done MS in Digital System Design. Also i had 8+ years of experience in the field og Digital circuit design, FPGAs, state machines etc. I can do this task for you.
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3 freelancers están ofertando un promedio de $38 AUD por este trabajo
Dear Customer
I am a C++ developer for about 5+ year in a software development industry. Knows all the minor details of C++ having expertise in algorithm designing, algorithm implementation, algorithm analysis, Data-Structures, Finite Automaton (both NFA and DFA) and Turing Machines.
Hoping to hear from you soon.
Regards: Sahib Yar